LESSON 4 - General Transport Equations

August 15, 2022 | Author: Anonymous | Category: N/A
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IMQQEJ 4 - GMJMX@I TX@JQ^EXT MP]@TKEJQ  Tr`jspert ^repmrtkms ^repmrtkms ec Ciukds Oeimaui`r Tr`jspert Mqu`tkejs ‑  h`sks  h`sks ec `ii tr`jspert pbmjeomj` Oeimaui`r Tr`jspert -  Eaaurs kj ` ciukd (`jd seikd) hma`usm ec tbm r`jdeo oevmomjts ec kjdkvkdu`i oeimauims

Creo bkgb prepmrty aejamjtr`tkej te iew prepmrty aejamjtr`tkej mx`opim6 O`ss Dkccuskej (O`ss Tr`jspert) Ciux ‑  dkccmrmjam  dkccmrmjam kj tbm aejamjtr`tkej ec tbm prepmrtkms tb`t eaaur creo ejm rmgkej te Qeuram6 bttps6//hkeiegydkatkej`ry.jmt/dkccuske bttps6//hkeiegydkatkej`ry.jmt/dkccuskej/ j/

`jetbmr

QEIKD

IKP]KD Kjarm`skjg r`tm ec tr`jspert tr `jspert

G@Q

Bew de wm dmsarkhm oeimaui`r tr`jspert5  Wm jmmd ` skopim pbyska`i oedmi te dmsarkhm oeimaui`r tr`jspert - ejm tb`t dems jet t`lm kjte `aaeujt tbm struatur`i dkccmrmjams ec tbm tbrmm st`tms

   ?   ()()  () ?  

 

` drkvkjg ceram ks jmmdmd te evmraeom rmskst`jam kj erdmr te tr`jspert ` prepmrty

Mx`opim6 Ebo‛s I`w (^byskas) 

 

CI]R

-  tbm `oeujt ec prepmrty hmkjg tr`jscmrrmd pmr ujkt tkom tbreugb ` aress smatkej`i `rm` -  ` cujatkej ec ` gr`dkmjt< ciux ? c(gr`dkmjt)

         ?    ?   

Xma`ii creo Abmoka`i A`iaui`tkejs6

 

 

            ?   ?   ?            ? Ѱ ?  Ҟ Ѱ ?  ?    ℊ ?      Ҟ ?       ?   ?   ?   ?                ?      ?          

O`tbmo`tka`iiy,

 

 

 

 

 

 

 

Ciux kj tbm z-dkrmatkej6 `oeujt ec prepmrty tr`jscmrrmd pmr ujkt tkom pmr aress smatkej`i `rm` pmrpmjdkaui`r te tbm z-dkrmatkej ec ciew 

66  ,        tr`jspert preamss `t stm`dy st`tm  ‑   prepmrtkms dems jet ab`jgm wktb rmspmat te tkom •

CI]R ks AEJQT@JT kj QTM@D[ QT@TM

  tr`jspert preamss `t ujstm`dy st`tm ‑  prepmrty  prepmrty ab`jgm wktb rmspmat te tkom  



Ciux `t Qtm`dy Qt`tm

Ҟ ѰѰ ? ?Ҟ  Ҟ Ѱ ∬  ?  Ҟ∬ Ҟ  

 

   

Ѱ(  ) ? ((Ҟ(Ҟ  ҞҞ))  

 

 

Ѱ ? ((Ҟ  Ҟ))

 

Mx`opim6 Gmjmr`i Ciux A`iaui`tkejs  @ prepmrty ks hmkjg tr`jspertmd hy dkccuskej tbreugb ` ciukd `t stm`dy st`tm. @t ` gkvmj pekjt 0 tbm aejamjtr`tkej ks 0.17x0>-8 `oeujt ec prepmrty/o1 `jd >.78x0>-8 `t pekjt 8 `t ` dkst`jam

z8?>.4>o. Tbm dkccuskvkty δ?>.>01o8/s `jd tbm aress-smatkej`i `rm` ks aejst`jt. `.  A`iaui`tm tbm ciux h.  Dmrkvm tbm mqu`tkej cer Ҟ `s ` cujatkej ec dkst`jam  a.  A`iaui`tm Ҟ `t tbm okdpekjt ec tbm p`tb 

`. 

Ѱ ? ((Ҟ∘∘Ҟ))  ∘ ∘    787>8×0> ×>)>0>) )  Ѱ ? >.>01   (0.17 ×0> (>.>.44>   

∘

h. 

 

 Ҟ××  Ѱ ? .Ѱ      ? Ҟ Ҟ Ѱ ∬  ?  Ҟ∬∬Ҟ Ҟ (Ѱ  Ѱ()  ?)  (Ҟ  Ҟ) Ҟ ?    + Ҟ  

 

 

 

 

a.   @t okdpekjt z?>.4>o/8?>.8o

Ҟ   Ҟ ? Ѱ(   )) + Ҟ ? 0.17 × 00>>∘ ∘     + 8.008= ×0>     (>  >.>.8) >. > 01     Ҟ ? .   

 

 

 

 

Mxmraksms 06 Oeimaui`r Tr`jspert ec ` ^repmrty wktb ` v`rk`him Dkccuskvkty  @ prepmrty ks hmkjg tr`jspertmd tbreugb ` ciukd `t stm`dy st`tm tbreugb tbreugb ` aejst`jt aress-8 smatkej`i `rm`. @t pekjt 0 tbm aejamjtr`tkej ks 8.72x0>  `oeujt ec prepmrty/o1 `jd 0.=>x0>-8 `t pekjt 8 `t ` dkst`jam ec 8.> o `w`y. Tbm dkccuskvkty dmpmjds ej aejamjtr`tkej `s ceiiews

 ?  + Ҟ ? >.0=> + 0.3=Ҟ Ѱ ?  Ҟ <  ?Ҟ + Ҟ ? >.0==>> + 00..3=Ҟ=Ҟ ѰѰ ? ?( ((+ Ҟ+ Ҟ)Ҟ) )Ҟ   Ҟ Ѱ ∬  ?  Ҟ∬ (  + Ҟ)Ҟ)Ҟ  Ҟ Ҟ  8 ()Ҟ +Ҟ)8    Ҟ Ѱ ?(  (Ҟ )Ҟ( ?)  Ҟ         0 3=    ∘  ∘  ∘ ∘ ? >.0=>(=>(8.72 × 0>   0.=> × 0> )    (8.> 8  >)>)(0.==>×> × 0> )   (8.72 × 0> )  \    _ Ѱ ? .  × ∘      

`.  Dmrkvm tbm kjtmgr`tmd mqu`tkej cer tbm ciux kj tmros ec @, H, Ҟ0, Ҟ8. Tbmj, a`iaui`tm tbm ciux

h.  A`iaui`tm Ҟ `t z?0.>o 

 

 

 

 

 

 

`.  A`iaui`tm Ҟ `t z?0.>o  h.  Ҟ? Ҟ8 

   ) ( )   (       Ҟ    Ҟ Ҟ    Ҟ     8 Ѱ ? (  ) 0.2=;24 =;24×× 0>∘            03= ∘  ∘   ? >.0=>(=>(8.72 × 00>>   Ҟ)    (0. >8>)>  )(Ҟ)   (8.72×0> )  \    _ Ҟ ? .  × ∘   z ? z8 ? 0.>o

 

 

 

 

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